Mathematics
Scientific paper
Apr 1990
adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1990p%26ss...38..459e&link_type=abstract
Planetary and Space Science (ISSN 0032-0633), vol. 38, April 1990, p. 459-469.
Mathematics
16
Coronal Holes, Mathematical Models, Solar Wind, Approximation, Divergence, Laplace Equation, Magnetic Flux, Magnetohydrodynamic Flow, Solar Magnetic Field
Scientific paper
Using a method of calculating magnetic fields in the corona in the potential approximation and by comparing results of these calculations with analysis results on observational data, it is shown that: (1) for sufficiently stable coronal holes (CH), mean angular size Delta alpha-dependences of super-radial one-dimensional and two-dimensional divergences of magnetic tubes originating from coronal holes, are about the same for all types of CH; (2) deviations from curves result from the fact that the magnetic flux of the tube can, to a greater or lesser extent, be limited by the (surrounding it) neutral line (NL) loop or magnetic fluxes from neighboring CH; and (3) plasma flows from polar CH, whose boundary runs at latitudes above 60-70 deg, do not reach the earth's latitude.
Eselevich V. G.
Fainshtein V.. G.
Kaigorodov A. P.
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